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select="1"><scene name="Row of Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="numSides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="angle" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="sideLength" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="color" style="normal" x="10" y="73.00000599999998" color="243,118,29"/><sprite name="Sprite" idx="1" x="211.00000000000068" y="-16.999999999999886" heading="90.00000000000011" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="16"><costumes><list struct="atomic" id="17"></list></costumes><sounds><list struct="atomic" id="18"></list></sounds><blocks></blocks><variables></variables><scripts><script x="220" y="53.33333333333334"><block s="receiveGo"></block><block s="doRepeat"><l>4</l><script><block s="doAsk"><l>How many sides?</l></block><block s="doSetVar"><l>numSides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What&apos;s the side length?</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block var="angle"/></block></script></block><block s="up"></block><block s="forward"><l>100</l></block><block s="down"></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="numSides"><l>6</l></variable><variable name="angle"><l>60</l></variable><variable name="sideLength"><l>50</l></variable><variable name="color"><l>50</l></variable></variables></scene></scenes></project><media name="Row of Polygons" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>